
Quantum strategies
... Simon’s algorithm is a quantum strategy which is more successful than any mixed, i.e., probabilistic, one [1]. Similarly, in the problem of searching a database of size N , the locations in the database correspond to pure strategies; again we may imagine the oracle choosing a mixed strategy designed ...
... Simon’s algorithm is a quantum strategy which is more successful than any mixed, i.e., probabilistic, one [1]. Similarly, in the problem of searching a database of size N , the locations in the database correspond to pure strategies; again we may imagine the oracle choosing a mixed strategy designed ...
Quantenmechanik mit Schaltkreisen: Photonen und Qubits auf einem supraleitenden Mikrochip (ETH Zurich) www.qudev.ethz.ch
... first demonstration in a solid: A. Wallraff et al., Nature (London) 431, 162 (2004) this data: J. Fink et al., Nature (London) 454, 315 (2008) R. J. Schoelkopf, S. M. Girvin, Nature (London) 451, 664 (2008) ...
... first demonstration in a solid: A. Wallraff et al., Nature (London) 431, 162 (2004) this data: J. Fink et al., Nature (London) 454, 315 (2008) R. J. Schoelkopf, S. M. Girvin, Nature (London) 451, 664 (2008) ...
The regularities of the Rydberg energy levels of many
... Vaidyanathan, et al.[18], the core polarization qualification for quantum defects in high-angularmomentum states of alkali atoms by Freeman et al.[19], perturbation WKB calculation of quantum defects of alkali atoms by Lu[20]. 2 The weakest bound electron and spectral-level-like series The weakest b ...
... Vaidyanathan, et al.[18], the core polarization qualification for quantum defects in high-angularmomentum states of alkali atoms by Freeman et al.[19], perturbation WKB calculation of quantum defects of alkali atoms by Lu[20]. 2 The weakest bound electron and spectral-level-like series The weakest b ...
Abstraction as * file
... Photosynthesis changes the energy from the sun into chemical energy and is vital for life on Earth. Study of photosynthesis is of a fundamental importance not only for pure science but also for applications. If researchers could learn how to move energy with such precision and ...
... Photosynthesis changes the energy from the sun into chemical energy and is vital for life on Earth. Study of photosynthesis is of a fundamental importance not only for pure science but also for applications. If researchers could learn how to move energy with such precision and ...
Deutsch`s Algorithm
... • Computational complexity of DFT: requires N 2 steps • DFTs are important --> a lot of work in optical computing (1950s, 1960s) to do fast DFTs • 1965: Tukey and Cooley invent the Fast Fourier Transform (FFT), requires N logN steps • FFT much faster --> optical computing almost dies overnight ...
... • Computational complexity of DFT: requires N 2 steps • DFTs are important --> a lot of work in optical computing (1950s, 1960s) to do fast DFTs • 1965: Tukey and Cooley invent the Fast Fourier Transform (FFT), requires N logN steps • FFT much faster --> optical computing almost dies overnight ...
Hopf fibration - Niles Johnson
... but rather tell us the various probabilities of observing all the physically possible results, if an observation were to be made. Crucially, if no observation is made, then the system cannot be said to be in any one state at all. This uncertainty is not simply a lack of information and understandi ...
... but rather tell us the various probabilities of observing all the physically possible results, if an observation were to be made. Crucially, if no observation is made, then the system cannot be said to be in any one state at all. This uncertainty is not simply a lack of information and understandi ...
Quantum Computation with Neutral Atoms
... Real world strategy “…If X is very hard it can be substituted with more of Y. Of course, in many cases both X and Y are beyond the present experimental state of the art …” ...
... Real world strategy “…If X is very hard it can be substituted with more of Y. Of course, in many cases both X and Y are beyond the present experimental state of the art …” ...
Maximizing the Hilbert Space for a Finite Number of Distinguishable
... Letter, we direct attention to the important issue of maximizing the Hilbert-space dimension for a given QC architecture. Most of the QC literature focuses on qubits (quantum bits) as the fundamental quantum elements of computing. There is a certain attraction in working with qubits: They are the si ...
... Letter, we direct attention to the important issue of maximizing the Hilbert-space dimension for a given QC architecture. Most of the QC literature focuses on qubits (quantum bits) as the fundamental quantum elements of computing. There is a certain attraction in working with qubits: They are the si ...
- Harish-Chandra Research Institute
... All Experiments were carried out by Jharana (Dedicated to her memory) Jharana Rani Samal, Arun K. Pati and Anil Kumar, Phys. Rev. Letters, 106, 080401 (25 Feb., 2011) ...
... All Experiments were carried out by Jharana (Dedicated to her memory) Jharana Rani Samal, Arun K. Pati and Anil Kumar, Phys. Rev. Letters, 106, 080401 (25 Feb., 2011) ...
Schedule - University of Houston
... a) stratum. Moreover, we wish to understand the transitions between strata, and also have control over what happens at the intersections of connected components within a stratum. A major obstacle is that the dimension of the solution space of such systems is not constant as the parameters vary. This ...
... a) stratum. Moreover, we wish to understand the transitions between strata, and also have control over what happens at the intersections of connected components within a stratum. A major obstacle is that the dimension of the solution space of such systems is not constant as the parameters vary. This ...
Spontaneous Dimensional Reduction in Quantum Gravity
... But while this convergence suggests that the phenomenon is real, the underlying physical mechanism remains obscure. The answer may require a full quantum theory of gravity, but two interesting suggestions have been made: 1. Scale invariance: For general relativity to be “asymptotic safe” [16], its r ...
... But while this convergence suggests that the phenomenon is real, the underlying physical mechanism remains obscure. The answer may require a full quantum theory of gravity, but two interesting suggestions have been made: 1. Scale invariance: For general relativity to be “asymptotic safe” [16], its r ...
The Relationship Between Classical and Quantum Correlation in
... the claim that quantum game theory really generalizes classical game theory. In this note, we try to identify the source of this disagreement in the simplest terms. ∗ This note owes a great deal to joint work with Amanda Friedenberg and Noson Yanofsky. I am indebted to Samson Abramsky for asking a q ...
... the claim that quantum game theory really generalizes classical game theory. In this note, we try to identify the source of this disagreement in the simplest terms. ∗ This note owes a great deal to joint work with Amanda Friedenberg and Noson Yanofsky. I am indebted to Samson Abramsky for asking a q ...